Transitive Relation and Equivalence Relation with example। Class-11 Class-12। Relation and function

Sure, here are brief descriptions for transitive and equivalence relations:
Transitive Relation
A relation \( R \) on a set \( A \) is called *transitive* if, for all \( a, b, c \in A \), whenever \( aRb \) and \( bRc \), it follows that \( aRc \). In other words, if an element \( a \) is related to \( b \), and \( b \) is related to \( c \), then \( a \) must also be related to \( c \).
#mathematics #ncertmathsolution #relationandfunctions #setsandrelations #mathsmasala